“Hydrangea Quilt”

I _may_ have mentioned I am a member of Papermakers and Artists of Queensland (PAQ). I was approached to contribute to a soon to be mounted gallery exhibition entitled “All Stitched Up”.

I had no intention of contributing because … I don’t stitch, and integral to each work needed to be stitching.

Stitch Artist Fee Garrett-Benson approached me and encouraged me to get involved, suggesting a collaboration. After some to and fro of ideas, a “quilt” made up of separate origami elements stitched together was settled upon.

I love Shuzo Fujimoto’s “Hydrangea”, so decided to echo the Crochet squares my Mum used to make into blankets and fold 12 squares (4×3) to suggest a quilt.

Dear friend Janet brought back many glorious papers from her trip to Japan recently, and I remembered a particularly stunning sheet of gold dry-brushed red Kozo which I figured would be perfect. I managed to cut 12 21cm squares from the sheet with nearly nothing left (which was pleasing) and set about folding hydrangea units.

Tentatively I handed them (and some Kraft maquettes) to Fee, we talked threads. Initially I thought gold thread until Fee showed me some luscious red silk thread that was nearly the same colour as the paper and the decision was easy.

After experimenting with typed of stitch and stitch placement on the Kraft maquettes, Fee decided on lovely loose loops to join the quilt units together.

The result is wonderful. I framed the quilt and the WIP experiments in Perspex sandwich frames (from Ikea) and am quite chuffed with the result.

The production fold and WIP bound for PAQ “All Stitched Up” exhibition, soon to be on display at the Gympie Regional Gallery 22 Feb – 23 Mar 2024.

Hydrangea Bookmarks

As I relax from the 365 challenge, I am finally getting the need to fold again:

Fractal folding is relaxing and yet challenging, Shuzo Fujimoto’s Hydrangea fractal seems to be able to be tessellated also.

In these 2 folds I experimented with different densities of repeat, discovering that accuracy matters – a fraction of a millimeter initially magnifies as the folding progresses. Continue reading

909: (359/365) The Real Present is your Presence

Christmas is many things to many people. For me it is another chance to get together with family and catch up over a shared feast:

I hope that wherever you find yourself, you stay safe and look after each other, share some joy, love, hugs and laughter. Merry Christmas, ho ho ho and all that humbug. Continue reading

805: (255/365) Further Fractal Folding

Time is scarce but this was folded while kids were doing a really hard test, figured I should try something hard also:

This is a level 6 fractal fold of the previously folded Shuzo Fujimoto Hydrangea, and a beauty to behold. Continue reading

795: (245/365) Tessellated Fractal

Further exploring Shuzo Fujimoto’s “Hydrangea” fractal, it seems they can also be tessellated:

This is a 4x fold, but I have seen many many more, closer together also, interweaving and other mind-boggling combinations.

This fold has taken an age – started 4 days ago, finished yesterday (I had already decided on the spring shoot for yesterday’s fold) it is a lovely frame. Continue reading

792: (242/365) Fractal Folding

Speaking of fractals, as I was (well, kinda sorta) I realised I had never tried the Fujimoto Hydrangea fold before:

This is an interesting thing, with each iteration folded inside the previous – in theory you can keep folding this infinitely. In reality the tryanny of paper thickness and fat clumsy fingers stops you. Continue reading

704: (154/365) Shuzo Fujimoto’s Stars n Squares Tessellation

Starting with a square-twist tessellation, you add to the intensity by folding it some more:

Alternating spin squares with stars, you get this nightmare of paper torture. Continue reading

550: Multi-Stage Clover Tessellation

This torturous little bugger of a tessellation seemed to eat paper like nothing else:550multistageclover

Shuzo Fujimoto’s design of a clover-like tessellation that spreads from a central point is an interesting exercise in layer rearrangement, resulting in a lovely eye-popping pyramid-like structure that has dimensionality. The resultant folded form is much less than a 1/4 the size of the original sheet and is very dense in places and is naturally concave on the underside. Continue reading